Claude Code Plugins

Community-maintained marketplace

Feedback

program-of-thoughts

@bnadlerjr/dotfiles
2
0

Separates reasoning from computation by generating executable code for calculations. Use for mathematical problems, data transformations, financial calculations, or any task where LLM arithmetic is error-prone. Triggers on numerical calculations, "compute", "calculate precisely", or problems involving large numbers or complex formulas.

Install Skill

1Download skill
2Enable skills in Claude

Open claude.ai/settings/capabilities and find the "Skills" section

3Upload to Claude

Click "Upload skill" and select the downloaded ZIP file

Note: Please verify skill by going through its instructions before using it.

SKILL.md

name program-of-thoughts
description Separates reasoning from computation by generating executable code for calculations. Use for mathematical problems, data transformations, financial calculations, or any task where LLM arithmetic is error-prone. Triggers on numerical calculations, "compute", "calculate precisely", or problems involving large numbers or complex formulas.

Program of Thoughts (PoT)

Delegates computation to code execution, keeping reasoning in natural language.

Core Mechanism

Split the cognitive task:

  • LLM handles: Understanding, decomposition, logic, code generation
  • Interpreter handles: Actual computation, arithmetic, data manipulation
Problem → [LLM: Generate Python] → [Execute] → Result

Process

1. Understand the problem in natural language
2. Identify computations needed
3. Generate executable code (Python typically)
4. Execute the code
5. Interpret and present results

Key Principles

  • Separation of concerns: Reasoning ≠ calculation
  • Precision: Code execution is deterministic
  • Verifiability: Code can be inspected and tested
  • Scalability: Handles large numbers, complex formulas without degradation

When to Apply

  • Numerical calculations (especially with large numbers)
  • Multi-step mathematical problems
  • Data transformations and analysis
  • Financial calculations (compound interest, amortization)
  • Any task where arithmetic errors are costly
  • Statistics and probability computations

Implementation Pattern

First, let me understand what we need to calculate:
[Natural language reasoning about the problem]

Now I'll write code to compute this precisely:

```python
# [Code with clear variable names and comments]
# Matches the reasoning above
result = ...
print(f"The answer is: {result}")

[Execute and present result with interpretation]


## Example

Problem: "What is 15% compound interest on $10,000 over 7 years?"

Reasoning: Compound interest formula is A = P(1 + r)^t

  • P = 10000 (principal)
  • r = 0.15 (rate)
  • t = 7 (years)
principal = 10000
rate = 0.15
years = 7
final_amount = principal * (1 + rate) ** years
interest_earned = final_amount - principal
print(f"Final amount: ${final_amount:,.2f}")
print(f"Interest earned: ${interest_earned:,.2f}")

[Execute → Present results]


## Hybrid with CoT

Combine reasoning trace with code execution:

Step 1: [Reasoning] → Step 2: [Code for calculation] → Step 3: [Interpret result] → ...


## Anti-Patterns

- Writing code for simple arithmetic (overhead not justified)
- Generating code without explaining the logic
- Not executing the code (defeats the purpose)
- Complex code that's harder to verify than manual calculation